seminars

2019.12.02 09:14:27

396

Date	Dec 04, 2019
Speaker	이우영
Dept.	서울대
Room	129-301
Time	16:00-18:00

abstract.pdf

abstract.pdf (26.9KB)(98)

List

Date	Time	Subject	Speaker	Room
Jan 31, 2017	10:30-12:30	Hodge theory	이상욱	129-301
Oct 21, 2014	17:00-18:00	Embedding of RAAG into Braid Groups	이상진	27-220
Jul 02, 2021	14:00-16:00	Lefschetz fibrations on cotangent bundles	이상진	129-301
Nov 25, 2021	13:30-15:00	Exotic families of Weinstein manifolds with Milnor fibers of ADE types	이상진	27-220
Apr 02, 2019	16:00-17:30	Sharp resolvent estimates outside of the uniform boundedness range $file$	이상혁	27-116
Mar 30, 2022	16:00-18:00	Maximal estimates for averages over space curves	이상혁	129-406
Jun 03, 2021	10:30-12:30	Locking-free and locally-conservative enriched Galerkin methods for linear poroelasticity	이상현	129-310
Nov 26, 2014	16:00-17:00	On Fukaya category of surfaces	이석주	129-301
Mar 08, 2022	16:00-16:30	Parametrizing rings of low rank	이석형	129-101
Jan 13, 2023	13:00-15:00	Correlated Quantum Randomness and Koashi-Imoto Theorem	이석형	선택
May 27, 2021	17:00-18:00	Robustness of deep neural networks to adversarial attack: from heuristic methods to certified methods	이성윤	27-116
May 20, 2022	11:00-12:00	Nonlinear partial differential equations on irregular domains	이세찬	27-220
Nov 03, 2017	10:00-12:00	Introduce some Gaussian states.	이수용	129-301
Nov 26, 2021	16:00-18:00	Magic Pentagram Problem is in QNC^0 but not in NC^0	이수준	선택
Dec 28, 2022	16:00-18:00	The restriction problem for the cone over a finite field and its application	이수진	27-116
Nov 18, 2022	13:00-15:00	Regularity properties of Brjuno functions associated with classical continued fractions	이슬비	129-309
Nov 18, 2022	13:00-15:00	Regularity properties of Brjuno functions associated with classical continued fractions	이슬비	129-309
Oct 21, 2022	14:00-15:00	Regularity properties of Brjuno functions associated with classical continued fractions	이슬비	선택
Nov 04, 2022	16:00-17:00	Approximations with mod 2 congruence conditions	이슬비	27-325
Nov 17, 2017	10:00-12:00	How to teleport a quantum state to remote place	이승우	129-301

Write... List

First Page 49 50 51 52 53 54 55 56 57 58 59 60 61 62 63 64 65 66 67 68 Last Page

RESEARCH

The Beurling-Lax-Halmos Theorem for infinite multiplicity (II)